Let R be the real line. Consider the following subsets of the plane R × R. S = {(x, y) : y = x + 1 and 0 < t =" {(x,"> (a) neither S nor T is an equivalence relation on R (b) both S and T are equivalence relations on R (c) S is an equivalence relation on R but T is not (d) T is an equivalence relation on R but S is notko
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